Blue Creek Apartments is a small apartment building in Silent Hill 2, built next to the Wood Side Apartments. The fire escape of the Wood Side Apartments was knocked down to make room for the Blue Creek Apartments. Access to the third floor is completely blocked off.
In Silent Hill 2, James Sunderland goes into these apartments for his second encounter with Angela Orosco and Pyramid Head. It is here that he sticks his hand down a filthy toilet, a small joke in the series. He will find a memo with a code on it that gives the player access to a safe, which contains five sets of handgun bullets. The Coin Puzzle can be found in a first floor room of this apartment containing the Lyne House Key.
Access to these apartments can be found through the fire escape of the Wood Side Apartments and also in a small area located behind the Baldwin Mansion. Maria comes to the apartments to retrieve the White Chrism in the Born from a Wish scenario. The Blue Creek Apartments also exit to an alleyway that leads directly to Rosewater Park.
|The whisper heard in Room 209.|
- There are strange noises and sounds in the Blue Creek Apartments such as a doorknob rattling by itself, as well as someone running back and forth. In Room 209, there is a whisper that says something along the lines of "See my dead wife, come home to do some laundry..."
- Room 109 will be inaccessible to the player until they complete certain things beforehand (meet Eddie, see Pyramid Head for the second time, retrieve the Snake and Old Man Coins, etc). Attempting to enter earlier will result in James saying that there is a "force" keeping him from entering.
- In an early trailer of the game, there is gameplay footage of James hiding in the laundry room from Pyramid Head as he drags his knife down the hallway. This was later removed in the final game, since the only time James finds Pyramid Head in the Blue Creek Apartments is during the boss fight. 
- In the HD Collection, when entering the room containing the coin puzzle, it is possible the game may bug and James will be trapped in a completely black vast empty space.